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Part 4 explores advanced topics such as adaptive behavior and how RobotBASIC programs can be used to control real-world robots using wireless links Additionally, ideas are forwarded for why RobotBASIC can be useful in robotic contests and as a teaching tool in the classroom The RobotBASIC program along with all the programs in this book can be downloaded from wwwRobotBASICcom The language is subject to change as alterations and upgrades are implemented The help les accessible from the latest IDE will have the most valid up-to-date descriptions of all the functionalities of the language Make sure to always download the latest version and to consult the help les for any new and modi ed features Also make sure to check the site for:.

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11.3. codewords 256; datawords 128 11.5. (a) (0000000); (b) (1111111); (c) (0010101)

Updated listings of all the programs in the book. Solutions for some of the exercises in the book. Any corrections to errors that may have slipped into the book. Other information and news.

P(i)

11.7. s = 001 11.9. 0.839 11.11. 3 11.17. 2.117 MHz; 1.059 MHz 11.19. 2.78 10 4 11.21. 3 dB 11.23. For 111, the Euclidean metric is 3.942, and for 000, it is 4.143. This is closest to 111; therefore, the soft decision decoding produces a binary 1. For hard decision, majority vote results in a binary 0. 11.25. 0.201

12

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The if-statement (Line 32) examines the variable FirstTime that was mentioned earlier Remember, it was given a value of true to indicate that this is the rst time execution has found its way to this point in the program Since FirstTime is true, the if-statement will execute the lines inside its block (between the if and the endif, Lines 33 37) These lines clear the screen (to erase the instructions previously printed) and locate the robot again in the middle of the screen so that the user can draw objects in relation to the robot It also accomplishes another important action It sets the value of FirstTime to false This ensures that the next time through this section of code the program knows it is not the rst time and will not clear the screen again.

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12.1. (a) 14.6 dB; (b) 23.6 dBW; (c) 75.6 dBHz; (d) 28.2 dB; (e) 23 dBK 12.3. (a) 42.9 dB; (b) 50.3 dB 12.5. 1.98 m2 12.7. (a) 4.33 pW/m2; (b) 195.8 pW 12.9. 98.6 dBW or 138.6 pW 12.11. (a) 20 dB; (b) 220 K 12.13. (a) 8.45 dB; (b) 1740 K 12.15. 940.8 K 12.19. 108.1 dBHz; 32.5 dB 12.21. 6 dB 12.23. (a) 178.6 pW/m2; (b) 97.5 dBW/m2 12.25. 45.6 dBW 12.27. 78.1 dBHz 12.29. 73.5 dBW 12.31. 92.1 dBHz; 86.1 dBHz 12.33. 14.6 dB 12.35. 76.1 dBHz 12.37. 14.5 dB 12.39. 26.52 dB

Q(i)

The next if-statement (Line 37) checks the value of m to see if the last mouse event was a right-click If it was, (indicating the user is nished with drawing objects) the program returns to the line following the Gosub-statement (Line 03) If m is not equal to 2, execution continues on to Line 38 Once we are on Line 38 we know two facts First, the last mouse event was a click on the left mouse button How do we know this If the button had been right-clicked we would have returned to the main program If it had not been clicked at all, the program would still be in the repeat-until loop discussed earlier The second fact we know is that the variables x and y contain the coordinates for the mouse at the time the button was clicked.

13

13.7. 4.5 dB 13.9. 45.4 dB 13.11. 25.1 dB 13.13. 21.1 dB 13.15. 51.35 dB 13.17. Yes for 13.12; no for 13.13 13.19. (a) 22.4 dB; (b) 25 dB

The program uses these variables and the GotoXY command to establish a starting point for drawing the next object The while-loop (Lines 39 42) executes as long as the user does not release the left mouse button Inside this loop, a LineTo statement draws a line from the last point used to the current mouse position This simply means that a line will be drawn wherever the user moves the mouse so long as the left button is pressed As soon as the button is released the program will return to the beginning of the main while-loop (Line 27) and either get a new starting point for a new object (if the user clicks the left mouse button) or terminate the subroutine (because the user clicked the right mouse button)..

Theorem 30.4: If a < c < b and if f is integrable on [a, c] and on [c, b], then f is integrable on [a, b], and

14

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